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Title: Measurement Error in Nonlinear Models by Raymond J. Carroll, David Ruppert, Leonard A. Stefanski ISBN: 0-412-04721-7 Publisher: CRC Press Pub. Date: 06 July, 1995 Format: Hardcover Volumes: 1 List Price(USD): $69.95

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Average Customer Rating: 5 (1 review)

Rating: 5
Summary: excellent coverage of special nonlinear models
Comment: Ray Carroll and David Ruppert are well known research statisticians who have published many joint articles on regression, weighted regression and transformation and they have also written an excellent book together on this research topic. Stefanski has recently published several papers on measurement error models with Carroll. Here they have teamed up to write a statistics text on a unique topic. Measurement error models are common and practical when dealing with covariates that have measurement error. Least squares estimation in linear regression is based on the assumption that the predictor variables are measured without error. There are many articles and an excellent text by Fuller "Measurement Error Models", published by Wiley in 1988 that deals with the linear case. Also look at a section in Chapter 5 of Miller's "Beyond ANOVA, Basics of Applied Statistics" that refers to the problem as the error in variables problem. For the nonlinear case this is the first treatment. Well written and well documented, this text provides an up-to-date account of the theory and methods and provides real applications (e.g. the Framingham Heart Study). This is a great reference as are many of the other monographs in this series by Chapman and Hall/CRC Press. Includes bootstrap approaches in the chapter on fitting methods and models.

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